Lec-23 Vogel's Approximation Method Transportation Problem || In Hindi || Operation Research

#vogelsapproximationmethod
Here is the video about Transportation Problem in Modi Method or we can U-V Method using Vogel's Approximation Method (VAM), optimal solution in operation research, with sample problem in simplex manner. Hope this will help you to get the subject knowledge at the end. Thanks for watching this.
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Thank you

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Ise hi toh opportunity cost khte h bhai

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When my professor taught this almost no one understood. Once I saw your video, I don't have any doubts!

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Same in my case

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Same bro..

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Mem apka last m jo 4th column h usme dout h

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Because usme jo last m demand bachti h vo to equal hi ni h means 175 h jo ki aapne 125 kr di h

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Same

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I am totally confused before watching this how to do this method but after watching this video its fully cleared . Thanku so much mam u explained it in a very simple way

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मैम आपकी वीडियो देखने के बाद गणित का problem सरल लगने लगा है।😘😘#Thanku 🎉🎉❤️❤️

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[@Daud360]

Vogel's Approximation Method for solving Transportation Problem. Calculates minimum transportation cost by finding penalty costs, choosing maximum penalty, and iteratively solving the problem. Key moments: 00:00 The video discusses transportation problems and optimization techniques using tables and calculations. It emphasizes finding optimal solutions and maximizing penalties for columns and rows. -The video explains the process of calculating total supply and demand to address transportation issues. -It demonstrates the use of tables to determine optimal solutions and calculate penalties for columns and rows. -The video highlights the importance of maximizing penalties and finding optimal solutions through mathematical calculations. 05:04 The video discusses data manipulation techniques in a spreadsheet, focusing on column operations and value calculations for optimization and analysis. -Exploring column operations and value calculations for data optimization in a spreadsheet. -Analyzing the impact of deleting and modifying values on data analysis and calculations. -Discussing the process of calculating penalties and optimizing data values for efficient analysis. 10:13 The video discusses solving a game with calculations involving values like 3410, 125, and 275, making strategic decisions based on allocated cells, and optimizing the gameplay by deleting unnecessary elements. -Strategic gameplay involving numerical calculations like 3410, 125, and 275 for decision-making. -Optimizing gameplay by deleting unnecessary elements and making strategic choices based on allocated cells. -Utilizing values like 12345 and 66 in allocated cells to enhance gameplay strategy and decision-making. 15:16 The video discusses the importance of allocation positions and independence locations in optimizing solutions for cost-effective transportation. It emphasizes the need for strategic calculations and decision-making based on allocated positions. -Strategic allocation of positions impacts transportation costs and solution optimization. Calculations based on allocated positions are crucial for cost-effective decision-making. -Detailed cost calculations for various positions and values play a key role in determining cost-efficient transportation solutions. Strategic decision-making is essential for minimizing costs effectively.

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[@SatyaPrakash-bd2kx]

Hello maam. If there is tie between the penalties, we should not choose either one arbitrarily. We have to choose the penalty according to row or column having the least cost. Kindly include it while explaining.

[@saraswathijena6667]

What if both the row and columns have the same value of least cost?

[@raunaksinha3145]

@@saraswathijena6667 In VAM, we have to select the row or column which is having higher difference • But if there is a tie in selection, then we have to select the row or column which contains minimum cost. • In case there's a tie in minimum cost too, select the cell in which maximum allocation can be done.

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@@raunaksinha3145 same applies to LCM too? If there’s a tie btw two Least numbers then we need to select the number which has highest demand?

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